Sacred Geometry Constructions
Draw a wide variety of forms essential to experiencing the quality of sacred geometry
Updated on Jun, 2025
Language - English
Teaching and Academics ,Math,Geometry
Lectures -76
Resources -5
Quizzes -6
Duration -3.5 hours
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Course Description
Experience this high-impact course in video lessons that keep you engaged without feeling overwhelmed. The course consists of Scott's screen-captured HD quality videos that you watch and then practice what is explained on your own—either with pencil, ruler, and compass on paper or with an iPad and Apple pencil & free app (Euclidea: Sketches), which he explains how to use in this course.
Geometry is an exploration of truth, the kind that is self-evident and universal. Where there is a universal truth, there is also great beauty and from this, a feeling of sacredness naturally arises. In this class, you will learn everything you need to draw and experience the sacredness of geometry.
You can draw in this class using a pencil, paper, compass, straightedge, or using a free iOS app. In this course, I use Euclidea: Sketches, a 100% free iOS app, for the practical reason that it is far clearer to observe what I'm doing viewing my recorded iPad Pro screen than filming my drawing board.
Goals
Geometry skills
Understand the golden ratio
Feel the sacredness of pure geometry
Prerequisites
- No experience is required to take this course.
Curriculum
Check out the detailed breakdown of what’s inside the course
Introduction
4 Lectures
-
What is sacred geometry?
04:03
04:03
-
Traditional versus digital drawing
04:38
04:38
-
Manual drafting tips
05:03
05:03
-
Drawing options
Drawing Essentials
14 Lectures
Ancient Problems Solved (Approximately)
4 Lectures
Dividing Segments
5 Lectures
Constructing Simple Regular Polygons
9 Lectures
Constructing Complex Regular Polygons
7 Lectures
Automatic Regular Polygons
4 Lectures
Golden Ratio Constructions
8 Lectures
Golden Ratio Examples
3 Lectures
Planetary Proportions
6 Lectures
3-4-5 Triangles
4 Lectures
Classic Sacred Geometries
5 Lectures
Conclusion
3 Lectures
Instructor Details
Scott Onstott
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